Where results make sense
 About us   |   Why use us?   |   Reviews   |   PR   |   Contact us

# Topic: Normal extension

###### In the News (Fri 31 Oct 14)

 The subluxation - more than a single vertebral misalignment   (Site not responding. Last check: 2007-10-21) Normal motion, when the spine bends forward, when it bends side to side, and when one leg is raised and then the other leg is raised, was established 50 years ago by Dr. Henri Gillet. Normal movement of the ilia is away from the lumbar spine on lateral flexion of the trunk. The normal movement is for the ilium to move away from the sacrum on forward bend of the torso. www.chiroweb.com /archives/18/23/24.html   (1343 words)

 Normal Extension   (Site not responding. Last check: 2007-10-21) An extension f/k is normal if, for any irreducible polynomial p(x) in k with a root in f, p(x) splits in f. The generator implies its conjugates, and the extension is normal. The normal closure of an algebraic extension e/k is the smallest extension f/k that is normal. www.mathreference.com /fld,normal.html   (592 words)

 trust7 / Foros / Integración / Normal Extension without NE   (Site not responding. Last check: 2007-10-21) Normal Extension without NE I am a GC holder and would like to know whether it is possible to have a normal extension of VISA for few more years without applying for NE.What is the condition that must be fulfilled in such a case ? Re: Normal Extension without NE For citizenship, your 7 (or 8)years of stay in Germany is the first criterion. Re: Normal Extension without NE Ofcourse it is possible but there is no point in doing so.. www.trust7.com /es/layout/set/print/forums/integration/normal_extension_without_ne   (421 words)

 Red Sea   (Site not responding. Last check: 2007-10-21) Normal marine conditions were re-established during the Pliocene, but waters were then provided by the Red Sea-Gulf of Aden connection to the Indian Ocean, and a permanent land-barrier separated the Gulf of Suez from the Mediterranean. Extension east of 151 40 E is primarily by seafloor spreading; the once contiguous Pocklington and Woodlark Rises are separated by oceanic lithosphere formed on the Woodlark spreading center. The continued extension of the southern Gulf of Suez is interpreted as indicating a counterclockwise rotation of the Sinai Peninsula that allows the southern Gulf of Suez to accommodate 10-15% of the motion of the Dead Sea transform. www.ldeo.columbia.edu /res/pi/margins/MARGINSnet4/Egypt.html   (14014 words)

 PlanetMath: example of normal extension "example of normal extension" is owned by alozano. See Also: Galois extension, the compositum of a Galois extension and another extension is Galois This is version 1 of example of normal extension, born on 2004-07-30. planetmath.org /encyclopedia/ExampleOfNormalExtension.html   (77 words)

 Telephone and ISDN Wiring Wiring of a normal telephone extension on a normal telephone circuit requires a Secondary socket connected back to the master socket and all of the other secondary sockets in parallel (all connected together). Normal telephone cable is used for ISDN or telephone sockets, and can be used for networking. The difference is that a normal master socket includes a surge suppresser, and is used where the pair of cables coming in to the socket are on the end of a long cable that can pick up the effects of lightening near by (this is not a foolproof protection against lightening). www.swindells.com /wiring.html   (1368 words)

 Galois group In mathematics, a Galois group is a group associated with a certain type of field extension. The study of field extensions (and polynomials which give rise to them) via Galois groups is called Galois theory. Suppose E is an extension of the field F, and consider the set of all field automorphisms of E which fix F pointwise. www.brainyencyclopedia.com /encyclopedia/g/ga/galois_group.html   (413 words)

 NDSU Agriculture Conflict of Interest and Consulting Policy Guidelines Extension is the outreach educational unit of the university. Extension employees are strongly discouraged from being a candidate for public office in a partisan election. Extension employees are encouraged to appear as “juris amici” (friend of the court) instead of as expert witnesses representing one party, and are encouraged to avoid any testimony which might conflict with the employee’s job assignment. www.ag.ndsu.nodak.edu /policy/conflict.htm   (931 words)

 Biomechanical analysis of cervical orthoses in flexion and extension: A comparison of cervical collars and cervical ...   (Site not responding. Last check: 2007-10-21) Intercentroidal translational motion restriction in flexion and extension was defined as the difference between the translation of one vertebral centroid from an adjacent vertebral centroid relative to C7. The capability of the 4-post CTO to effectively restrict extension motion seems to contradict the current thinking that the halo may be the only effective orthosis for reducing motion in extension. We observed in some cases that "normal" motion occurred to a point in these segments in the early stages of flexion-extension, but as the resistance of the orthosis increased and the subject increased his or her effort, the snaking phenomenon, or "reverse vertebral tilt" would occur (Figure 9). www.vard.org /jour/03/40/6/gavin.html   (5760 words)

 [No title] Hence, normal faults dipping 30 are likely to be seismically active in at least one part of this rift system. In this region just landward from the rift tip the highest extension rates are expected (40 mm/yr) and strain is likely to be localized on a single system of normal faults. Because shallow dips for normal faults are seen near the rift tip, but not elsewhere along strike, high strain rates may be an important factor in allowing normal faults to slip at unusually shallow dips. www.agu.org /pubs/abs/jb/97JB00787/97JB00787.html   (359 words)

 [No title] Now the field extension $L \leq \Sigma$ is a normal extension (since $\Sigma$ can be obtained by adjoining the roots of $f$ to $L$). If the extension $\mathbb Q \leq L$ is normal then $L$ is a splitting field of some rational polynomial, the roots of which must be permuted by any $\alpha$ in $G$, so each $L\alpha = L$ and so each $\alpha^{-1}L\alpha = L$. Now suppose that $L$ is a normal subgroup of $G$, so $\mathbb Q \leq L$ is a normal field extension. www.bath.ac.uk /~masgcs/math0037/ftgt.txt   (833 words)

 7 Extension occurs during continental rifting (e.g., Rhine Graben, North Sea Basin, Basin and Range, Red Sea, East African Rift Valley), at mid-ocean ridge spreading centres, within passive continental margins (e.g., Gulf Coast) and during extensional collapse of orogenic belts (e.g., Variscan). Horsts are relatively uplifted and unrotated blocks bound by outward dipping normal faults; Graben are relatively down-dropped and unrotated blocks bound by inward dipping normal faults. Growth Faults: Because extension and normal faulting are intimately associated with the formation of sedimentary basins, sedimentation and fault displacements often occur simultaneously. www4.geology.utoronto.ca /glg345/GLG345_L11.htm   (805 words)

 references Extension And Rifting: The Zeit Region, Gulf Of Suez. Extensional Tectonics And Crustal Structure: Deep Seismic Reflection Data From The Northern North Sea Viking Graben. The Role Of Low-Angle Normal Faulting And Isostatic Response In The Evolution Of The Suez Rift, Egypt. atlas.geo.cornell.edu /ctbt/references.html   (14779 words)

 PlanetMath: normal extension of finite degree is normal if and only if there exists a polynomial Cross-references: splitting field, polynomial, degree, finite, extension, factors, root, irreducible polynomial, field extension This is version 5 of normal extension, born on 2002-01-05, modified 2002-11-25. planetmath.org /encyclopedia/Normal.html   (67 words)

 Normal extension - Wikipedia, the free encyclopedia In abstract algebra, an algebraic field extension L/K is said to be normal if L is the splitting field of a family of polynomials in K[X]. The following conditions are equivalent to L/K being a normal extension: Every irreducible polynomial in K[X] which has a root in L factors into linear factors in L[X]. www.wikipedia.org /wiki/Normal_extension   (125 words)

 Shallow Dip on the 1954 Dixie Valley Fault A global study by Jackson (1987) shows a similar limit (approximately 35 degrees) on normal fault dip and reveals that faults are essentially planar and dip steeply down to the brittle-ductile transition. Beyond 40%, extension must be taken up by a new set of high-angle faults cutting the old system, or by aseismic slip on faults which have rotated to a low angle. The extent of the 1954 Dixie Valley surface rupture is denoted by the white arrow. www.seismo.unr.edu /ftp/pub/louie/talks/sci-wlgtn/dixie.html   (2027 words)

 Automorphism group   (Site not responding. Last check: 2007-10-21) Given a number field K, that is either a simple normal extension of Q or simple abelian extension of Q, return the automorphisms of K as a sequence of maps. If the extension is known to be abelian, the parameter Abelian should be set true in which case a much more efficient algorithm will be employed. Given a number field K, that is either a simple normal extension of Q or simple abelian extension of Q, return the automorphism group G of K as a permutation group of degree n, where n is the degree of the extension. www.mathematik.uni-kassel.de /magma/text451.html   (212 words)

 Normal Extensions   (Site not responding. Last check: 2007-10-21) IngentaConnect Kripke Incompleteness of Predicate Extensions of the Modal Logics... Normal integral bases in quadratic and cyclic cubic... All normal extensions of S5-squared are finitely axiomatizable 1... www.scienceoxygen.com /math/287.html   (122 words)

 Antisera to basal lamina and glial endfeet disturb the normal extension of axons on retina and pigment epithelium basal ... Antisera to basal lamina and glial endfeet disturb the normal extension of axons on retina and pigment epithelium basal laminae In the presence of all anti-basal lamina antisera, normal extension of axons was greatly inhibited both on retina and on pigment dev.biologists.org /cgi/content/abstract/107/2/281   (342 words)

 ABSTRACT ALGEBRA: OnLine Study Guide, Section 8.3 Let F be an algebraic extension of the field K. Then F is said to be a normal extension of K if every irreducible polynomial in K[x] that contains a root in F is a product of linear factors in F[x]. Thus E is a normal extension if and only if it is conjugate only to itself. Let F be a finite, normal, separable extension of the field K. Suppose that the Galois group Gal (F/K) is isomorphic to D www.math.niu.edu /~beachy/abstract_algebra/study_guide/83.html   (629 words)

 [No title] Say that K is a 2-tower extension of F if there is a tower of extensions of degree 2 between F and K. Assume char(F) \ne 2. Another way of seeing this is that the normal closure of K is the splitting field of (X^2-a)^2 - b and this polynomial splits into two quadratic factors in F(sqrt(b)). 1, F_i is a galois extension of F_{i-1} of degree p (hence by a pth root). www.math.niu.edu /~rusin/known-math/01_incoming/2tower   (2194 words)

 No tail co-operates with non-canonical Wnt signaling to regulate posterior body morphogenesis in zebrafish -- Marlow, ... Gastrulation-like convergence and axial extension contribute to tailbud elongation; anterior tailbud cells (light green arrows) advance posteriorly and posterior tailbud cells (light blue arrows) move within the posterior flow and then laterally, avoiding the midline and anterior bud cells. In ntl mutants, convergence movements are relatively normal despite a lack of wnt11 in the notochord. Movement of posterior tailbud cells into the mesendoderm occurs normally despite the lack of Kupffer's vesicle, suggesting that the boundary between dorsal- and ventral-derived cells is maintained (if this distinction is required for normal subduction). dev.biologists.org /cgi/content/full/131/1/203   (7312 words)

 All proper normal extensions of S5-square have the polynomial size model property - Bezhanishvili, Marx (ResearchIndex)   (Site not responding. Last check: 2007-10-21) Abstract: It is shown that all proper normal extensions of the bi-modal system S5 have the poly-size model property. In fact, every normal proper extension L of S5 complete with respect to a class of finite frames FL. Bezhanishvili and M. Marx, All proper normal extensions of S5- square have the polynomial size model property, Studia Logica, 73 (2003), pp. citeseer.lcs.mit.edu /bezhanishvili00all.html   (359 words)

 class KPanelExtension Every panel extension should install a desktop file there to be recognised by the panel. To implement a panel extension it is not enough to write a class inheriting from KPanelExtension but you also have to provide a factory function in your DSO. For normal extensions this config object will write to a instance specific config file called rc in the users local KDE directory. www.ph.unimelb.edu.au /~ssk/kde/srcdoc/kdeui/KPanelExtension.html   (677 words)

 2.   (Site not responding. Last check: 2007-10-21) As a matter of fact, a finite extension of a field of characteristic 0 can always be performed with the aid of a primitive element. Any two smallest extensions of K admitting the complete reduction of a polynomial f(x) of K[x] are isomorphic. If g(x) is irreducible in K, and N is normal and algebraic over K, every irreducible factor of g(x) in N can be transformed into every other one by a suitable automorphism of a certain field over K, whence these factors are all of the same degree. kr.cs.ait.ac.th /~radok/math/mat5/algebra23.htm   (6251 words)

 Posture Movement Awareness Exercise: Measure Lumbar Flexion & Extension while standing** Tells you whether lumbar extension or lumbar flexion is the major cause of your low back pain. Normal lumbar flexion and extension values for young men and women are quoted below ("0" is when the lumbar spine is flat):- Low back pain upon lumbar extension is frequently observed, measured at 60 to 75% of all back cases. www.easyvigour.net.nz /fitness/h_StandFlExt.htm   (351 words)

 Essential functions of ezrin in maintenance of cell shape and lamellipodial extension in normal and transformed ...   (Site not responding. Last check: 2007-10-21) Essential functions of ezrin in maintenance of cell shape and lamellipodial extension in normal and transformed fibroblasts.Here, we examined the role of ezrin in cellular transformation. Ablation of ezrin in normal Rat-1 cells caused a marked collapse of the leading edge of the cell. We tagged ezrin with green fluorescent protein and examined its distribution in normal and Fos-transformed fibroblasts: ezrin was concentrated at the leading edge of extending pseudopodia of Fos-transformed Rat-1 cells, and was mainly cytosolic in normal Rat-1 cells. www.pdg.cnb.uam.es /UniPub/iHOP/gp/1288521.html   (281 words)

 All Normal Extensions of S5-Squared Are Finitely Axiomatizable (ResearchIndex)   (Site not responding. Last check: 2007-10-21) All Normal Extensions of S5-Squared Are Finitely Axiomatizable (ResearchIndex) All Normal Extensions of S5-Squared Are Finitely Axiomatizable (2003) Abstract: We prove that every normal extension of the bi-modal system S5 is finitely axiomatizable and that every proper normal extension has NP-complete satisfiability problem. citeseer.ist.psu.edu /679105.html   (281 words)

 ADFS::HD4.\$.Work.courses.98-99.Galois.Notes.N4 A Galois extension is a finite normal separable extension. It follows from this that intermediate extensions are conjugate if and only if the corresponding subgroups of the Galois group are conjugate. is not a Galois extension unless it is normal, and this happens precisely when it equals all its conjugates. www.wra1th.plus.com /Galois/N4.html   (278 words)

Try your search on: Qwika (all wikis)

About us   |   Why use us?   |   Reviews   |   Press   |   Contact us
Copyright © 2005-2007 www.factbites.com Usage implies agreement with terms.